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A Posteriori Error Estimation in Finite Element Analysis
This monograph presents a summary account of the subject of a posteriori error estimation for finite element approximations of problems in mechanics. The study primarily focuses on methods for linearExpand
Contact Problems in Elasticity: A Study of Variational Inequalities and Finite Element Methods
Introduction Signorini's problem Minimization methods and their variants Finite element approximations Orderings, Trace Theorems, Green's Formulas and korn's Inequalities Signorini's problemExpand
Finite Element Methods in Flow Problems
Abstract : ;Contents: Basic theory; Viscous flow, Stokesian fluids, hydrodynamics; Aerodynamics, gasdynamics and compressible flow; Wave and stability phenomena; Diffusion, dispersion and convection;Expand
An introduction to the mathematical theory of finite elements
On Engineering By J T Oden J N Reddy ONLINE SHOPPING FOR NUMBER INTRODUCTION AN INTRODUCTION. MATHEMATICAL LEARNING THEORY R C ATKINSON. AN INTRODUCTION TO THE MATHEMATICAL THEORY OF INVERSE. ANExpand
Generalized finite element methods for three-dimensional structural mechanics problems
Abstract The present paper summarizes the generalized finite element method formulation and demonstrates some of its advantages over traditional finite element methods to solve complex,Expand
An h-p adaptive method using clouds
Several computational and mathematical features of the h-p cloud method are demonstrated in this paper. We show how h, p and h-p adaptivity can be implemented in the h-p cloud method withoutExpand
Models and computational methods for dynamic friction phenomena
Abstract This paper addresses the general problem of formulating continuum models of a large class of dynamic frictional phenomena and of developing computation methods for analyzing these phenomena.Expand
A discontinuous hp finite element method for convection—diffusion problems
This paper presents a new method which exhibits the best features of both finite volume and finite element techniques. Special attention is given to the issues of conservation, flexible accuracy, andExpand
On goal-oriented error estimation for elliptic problems: application to the control of pointwise errors
A method to estimate and control pointwise errors in finite element approximations of elliptic problems is presented as an application of the more general theory of goal-oriented error estimation. InExpand
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